$\text { Find the derivative of the function } y = 8 \sin 5 x \text {. }$
A) $y ^ { t } = 40 \sin 5 x$
B) $y ^ { t} = 40 \cos 5 x$
C) $y ^ { t } = - 8 \sin 5 x$
D) $y ^ {t } = - 40 \cos 5 x$
E) $y ^ { t } = 8 \cos 5 x$

Question

$\text { Find the derivative of the function } y = 8 \sin 5 x \text {. }$ 
A) $y ^ { t } = 40 \sin 5 x$
B) $y ^ { t} = 40 \cos 5 x$
C) $y ^ { t } = - 8 \sin 5 x$
D) $y ^ {t } = - 40 \cos 5 x$
E) $y ^ { t } = 8 \cos 5 x$

Quizplus · Accepted Answer

The derivative of $y = 8 \sin 5x$ with respect to $x$ is found using the chain rule: $\frac{d}{dx}[8\sin(5x)] = 8 \cdot 5 \cos(5x) = 40 \cos(5x)$.

Find the derivative of the function y=8sin⁡5x. \text { Find the derivative of the function } y = 8 \sin 5 x \text {. } Find the derivative of the function y=8sin5x.

$\text { Find the derivative of the function } y = 8 \sin 5 x \text {. }$